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          centroided="1"
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</peaks>
    </scan>
    <scan num="302"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="29"
          polarity="+"
          retentionTime="PT443.895S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">930.049194335938</precursorMz>
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          centroided="1"
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          peaksCount="616"
          polarity="+"
          retentionTime="PT729.652S"
          msInstrumentID="1">
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             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="455"
          polarity="+"
          retentionTime="PT749.181S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
          retentionTime="PT764.999S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="452"
          polarity="+"
          retentionTime="PT789.119S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">625.609436035156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT799.752S"
          msInstrumentID="1">
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      <peaks compressionType="none"
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          polarity="+"
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          polarity="+"
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          msInstrumentID="1">
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          centroided="1"
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          polarity="+"
          retentionTime="PT810.199S"
          msInstrumentID="1">
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          polarity="+"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="454"
          polarity="+"
          retentionTime="PT816.833S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">793.0771484375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="747"
          polarity="+"
          retentionTime="PT824.007S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">848.248107910156</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          polarity="+"
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          polarity="+"
          retentionTime="PT834.468S"
          msInstrumentID="1">
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    </scan>
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          centroided="1"
          msLevel="2"
          peaksCount="480"
          polarity="+"
          retentionTime="PT835.635S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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          msInstrumentID="1">
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          polarity="+"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="595"
          polarity="+"
          retentionTime="PT855.009S"
          msInstrumentID="1">
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="404"
          polarity="+"
          retentionTime="PT925.567S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
    <scan num="662"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="509"
          polarity="+"
          retentionTime="PT943.289S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">681.06640625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="666"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="471"
          polarity="+"
          retentionTime="PT948.714S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">785.768188476563</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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    </scan>
    <scan num="668"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="642"
          polarity="+"
          retentionTime="PT952.214S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">941.926330566406</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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          polarity="+"
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    </scan>
    <scan num="690"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="415"
          polarity="+"
          retentionTime="PT981.629S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">887.05078125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="452"
          polarity="+"
          retentionTime="PT1000.71S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="319"
          polarity="+"
          retentionTime="PT1010.72S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="722"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="387"
          polarity="+"
          retentionTime="PT1024.85S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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    </scan>
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          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="468"
          polarity="+"
          retentionTime="PT1033.46S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">700.636291503906</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
             precision="32"
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contentType="m/z-int">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    </scan>
    <scan num="740"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="408"
          polarity="+"
          retentionTime="PT1049.65S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">654.153564453125</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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          centroided="1"
          msLevel="2"
          peaksCount="289"
          polarity="+"
          retentionTime="PT1373.07S"
          msInstrumentID="1">
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      <peaks compressionType="none"
             compressedLen="0"
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          polarity="+"
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          polarity="+"
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</peaks>
    </scan>
    <scan num="1034"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="150"
          polarity="+"
          retentionTime="PT1441.52S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.648071289063</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1142"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="136"
          polarity="+"
          retentionTime="PT1596.94S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">453.511962890625</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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</peaks>
    </scan>
    <scan num="1250"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="184"
          polarity="+"
          retentionTime="PT1754.36S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">510.127075195313</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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contentType="m/z-int">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    </scan>
    <scan num="1322"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="122"
          polarity="+"
          retentionTime="PT1859.79S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">515.109130859375</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1370"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="99"
          polarity="+"
          retentionTime="PT1931.49S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">976.875305175781</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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</peaks>
    </scan>
    <scan num="1424"
          scanType="Full"
          centroided="1"
          msLevel="2"
          peaksCount="104"
          polarity="+"
          retentionTime="PT2010.99S"
          msInstrumentID="1">
      <precursorMz precursorIntensity="0" activationMethod="CID">454.335113525391</precursorMz>
      <peaks compressionType="none"
             compressedLen="0"
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